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Odysseas Bakas, Basque Center for Applied Mathematics
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Marina Iliopoulou , University of Birmingham
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Marco Vitturi , University College Cork
About:
This ICMS-hosted symposium was a satellite event to the Fourier Analysis @200 workshop. It aimed to bring together experts in harmonic analysis at the postdoctoral and graduate levels, via talks and open problem session
Confirmed speakers:
Natalia Accomazzo Scotti (UBC)
David Beltran (UW Madison)
Jennifer Duncan (University of Edinburgh)
Kornélia Héra (UChicago)
Dominique Kemp (UW Madison)
Zane Li (Indiana)
Dominique Maldague (MIT)
Mateus Sousa (BCAM)
Michael Tang (Edinburgh)
Michele Villa (Oulu)
Recorded Talks
Programme
| Thursday 23 June 2022 | ||
| Registration with Refreshments | ||
| Welcome and Housekeeping | ||
| Dominique Kemp, University of Wisconsin-Madison | Extending tangent surface decoupling: a model for higher dimensional zero curvature surfaces | |
| Kornélia Héra , University of Chicago | Hausdorff dimension of Besicovitch sets of Cantor graphs | |
| Refreshments | ||
| Zane Li, Indiana University Bloomington | A decoupling interpretation of an old argument for Vinogradov's Mean Value Theorem | |
| Lunch at Appleton Tower | ||
| Natalia Accomazzo Scotti, University of British Columbia | Maximal directional singular integrals | |
| David Beltran, University of Wisconsin-Madison | Sharp $L^p$ bounds for the helical maximal function | |
| Refreshments | ||
| Problem Session | ||
| End of Day | ||
| Friday 24 June 2022 | ||
| Jennifer Duncan, University of Edinburgh | Higher-order Transversality in Fourier Analysis | |
| Mateus Sousa, Basque Center for Applied Mathematics | Recent developments in Fourier interpolation theory | |
| Refreshments | ||
| Dominique Maldague, Massachusetts Institute of Technology | Small cap decoupling for the moment curve in R^3 | |
| Lunch at Appleton Tower | ||
| Michael Tang , Maxwell Institute (University of Edinburgh) | Discrete to continuous: Joints to multilinear Kakeya | |
| Michele Villa , University of Oulu | Analytic capacity of sets with plenty of big projections and Vitushkin's conjecture. | |
| Refreshments | ||
| Problem Session | ||
| End of Symposium |
